5 problems
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The superpotential conjecture for obstruction theories on Calabi–Yau manifolds
Superpotential conjecture. The obstruction theory of any holomorphic object on a Calabi–Yau manifold should be governed by a superpotential.
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The integral intrinsic-torsion formula for the superpotential
Integral intrinsic-torsion conjecture. The conjectured singlet intrinsic-torsion description is
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The intrinsic-torsion conjecture for heterotic superpotentials
Intrinsic-torsion conjecture. The superpotential is given by the singlet part of the intrinsic torsion, equivalently
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Conjecture on infinitely many calibrated three-cycle contributions for TCS -manifolds
Let be a TCS -manifold, and let the three-cycles under consideration be the cycles identified by matching dual three-cycles in the TCS construction. Calibrated three-cycle…
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One-loop appearance of the EGG SU(7) functional in topological M-theory
The proposed functional is the EGG -invariant functional associated with the structure defined by , including th…